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What (who) is circular sector - definition
PORTION OF A DISK ENCLOSED BY TWO RADII AND AN ARC
Octant (plane geometry); Circle sector; Sector area; Sector of a circle; ⌔; Quadrant (circle); Sextant (circle); Octant (circle); Quarter circle; Quarter-circle; Circle quadrant
![windrose]]](https://commons.wikimedia.org/wiki/Special:FilePath/Windrose.svg?width=200 "windrose]]")
Sonvilier Circular
1871 ANTI-AUTHORITARIAN TREATISE
Sonvilier circular; Sonvillier Circular
The Sonvilier Circular is a 1871 anti-authoritarian treatise by the Jura Federation, a breakaway faction of the First International. Written during their Sonvilier congress, it claimed that hierarchical politics could not produce social revolution, and that authoritarian organization would never produce an egalitarian society.
Voluntary sector
NON-PROFIT AND VOLUNTARY SECTOR OF THE ECONOMY, THE "THIRD SECTOR" IN CONTRAST TO THE PUBLIC SECTOR AND PRIVATE SECTOR
Nonprofit sector; Voluntary Sector; Social sector; Nonprofit sphere; Non-profit sphere; Non-profit sector; Civic sector; Voluntary-sector; Community sector; Public benefit sector
The voluntary sector, independent sector, or civic sector is the realm of social activity undertaken by organizations that are non-governmental nonprofit organizations.Potůček , Martin (1999) Not Only the Market: The Role of the Market, Government, and the Civic Sector.
public sector
PUBLIC PART OF THE ECONOMY
Public Sector; Public-sector; Government jobs; State sector; Public sector real estate; User:Jamesj7373/Public Sector Real Estate; Government sector; Government interventions; Public organization; Government job; Public Sector Real Estate; Public organisation; Wider public sector
¦ noun the part of an economy that is controlled by the state.
Wikipedia
Circular sector
A circular sector, also known as circle sector or disk sector (symbol: ⌔), is the portion of a disk (a closed region bounded by a circle) enclosed by two radii and an arc, where the smaller area is known as the minor sector and the larger being the major sector. In the diagram, θ is the central angle, the radius of the circle, and is the arc length of the minor sector.
The angle formed by connecting the endpoints of the arc to any point on the circumference that is not in the sector is equal to half the central angle.
